A new family of $SU(2)$ symmetric integrable sigma models
J. Balog, P. Forg\'acs, Z. Horv\'ath, L. Palla
TL;DR
This paper introduces a new family of integrable sigma models that possess $SU(2)$ symmetry, expanding the class of exactly solvable models in mathematical physics.
Contribution
It presents a novel family of $SU(2)$ symmetric integrable sigma models, providing new insights into their structure and properties.
Findings
Identification of a new integrable sigma model family
Demonstration of $SU(2)$ symmetry in these models
Potential applications in theoretical physics
Abstract
(Minor corrections and reference added)
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